Semiconductor Physics
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portes grátis
Semiconductor Physics
Principles, Theory and Nanoscale
Tiwari, Sandip
Oxford University Press
09/2020
832
Dura
Inglês
9780198759867
15 a 20 dias
1862
Descrição não disponível.
1: Hamiltonians and solution techniques
2: Entropy, information and energy
3: Waves and particles in the crystal
4: Bandstructures
5: Semiconductor surfaces
6: Semiconductor interfaces and junctions
7: Point perturbations
8: Transport and evolution of classical and quantum ensembles
9: Scattering-constrained dynamics
10: Major scattering processes
11: Particle generation and recombination
12: Light interactions with semiconductors
13: Causality and Green>'s functions
14: Quantum to macroscale and linear response
15: Onsager relationships
16: Noise
17: Stress and strain effects
18: High permittivity dielectrics
19: Remote processes
20: Quantum confinement and monolayer semiconductors
App. A: Integral transform theorems
App. B: Various useful functions
App. C: Random processes
App. D: Calculus of variation and the Lagrangian method
App. E: A thermodynamics primer
App. F: Maxwell-Boltzmann distribution function
App. G: Spin and spin matrices
App. H: Density of states
App. I: Oscillator strength
App. J: Effective mass tensor
App. K: A and B coefficients, and spontaneous and stimulated emission
App. L: Helmholtz theorem and vector splitting
App. M: Mode coupling and Purcell effect
App. M: Vector and scalar potentials
App. O: Analyticity, Kramers-Kronig and Hilbert transforms
App. P: Particle velocities
2: Entropy, information and energy
3: Waves and particles in the crystal
4: Bandstructures
5: Semiconductor surfaces
6: Semiconductor interfaces and junctions
7: Point perturbations
8: Transport and evolution of classical and quantum ensembles
9: Scattering-constrained dynamics
10: Major scattering processes
11: Particle generation and recombination
12: Light interactions with semiconductors
13: Causality and Green>'s functions
14: Quantum to macroscale and linear response
15: Onsager relationships
16: Noise
17: Stress and strain effects
18: High permittivity dielectrics
19: Remote processes
20: Quantum confinement and monolayer semiconductors
App. A: Integral transform theorems
App. B: Various useful functions
App. C: Random processes
App. D: Calculus of variation and the Lagrangian method
App. E: A thermodynamics primer
App. F: Maxwell-Boltzmann distribution function
App. G: Spin and spin matrices
App. H: Density of states
App. I: Oscillator strength
App. J: Effective mass tensor
App. K: A and B coefficients, and spontaneous and stimulated emission
App. L: Helmholtz theorem and vector splitting
App. M: Mode coupling and Purcell effect
App. M: Vector and scalar potentials
App. O: Analyticity, Kramers-Kronig and Hilbert transforms
App. P: Particle velocities
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
1: Hamiltonians and solution techniques
2: Entropy, information and energy
3: Waves and particles in the crystal
4: Bandstructures
5: Semiconductor surfaces
6: Semiconductor interfaces and junctions
7: Point perturbations
8: Transport and evolution of classical and quantum ensembles
9: Scattering-constrained dynamics
10: Major scattering processes
11: Particle generation and recombination
12: Light interactions with semiconductors
13: Causality and Green>'s functions
14: Quantum to macroscale and linear response
15: Onsager relationships
16: Noise
17: Stress and strain effects
18: High permittivity dielectrics
19: Remote processes
20: Quantum confinement and monolayer semiconductors
App. A: Integral transform theorems
App. B: Various useful functions
App. C: Random processes
App. D: Calculus of variation and the Lagrangian method
App. E: A thermodynamics primer
App. F: Maxwell-Boltzmann distribution function
App. G: Spin and spin matrices
App. H: Density of states
App. I: Oscillator strength
App. J: Effective mass tensor
App. K: A and B coefficients, and spontaneous and stimulated emission
App. L: Helmholtz theorem and vector splitting
App. M: Mode coupling and Purcell effect
App. M: Vector and scalar potentials
App. O: Analyticity, Kramers-Kronig and Hilbert transforms
App. P: Particle velocities
2: Entropy, information and energy
3: Waves and particles in the crystal
4: Bandstructures
5: Semiconductor surfaces
6: Semiconductor interfaces and junctions
7: Point perturbations
8: Transport and evolution of classical and quantum ensembles
9: Scattering-constrained dynamics
10: Major scattering processes
11: Particle generation and recombination
12: Light interactions with semiconductors
13: Causality and Green>'s functions
14: Quantum to macroscale and linear response
15: Onsager relationships
16: Noise
17: Stress and strain effects
18: High permittivity dielectrics
19: Remote processes
20: Quantum confinement and monolayer semiconductors
App. A: Integral transform theorems
App. B: Various useful functions
App. C: Random processes
App. D: Calculus of variation and the Lagrangian method
App. E: A thermodynamics primer
App. F: Maxwell-Boltzmann distribution function
App. G: Spin and spin matrices
App. H: Density of states
App. I: Oscillator strength
App. J: Effective mass tensor
App. K: A and B coefficients, and spontaneous and stimulated emission
App. L: Helmholtz theorem and vector splitting
App. M: Mode coupling and Purcell effect
App. M: Vector and scalar potentials
App. O: Analyticity, Kramers-Kronig and Hilbert transforms
App. P: Particle velocities
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
